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math.RT2024
Higher Congruences in Character Tables
Nate Harman, Joshua Mundinger
Motivated by recent work of Peluse and Soundararajan on divisibility properties of the entries of the character tables of symmetric groups, we investigate the question: For a finit…
math.RT2022
Almost all wreath product character values are divisible by given primes
Brandon Dong, Hannah Graff, Joshua Mundinger +2
For a finite group with integer-valued character table and a prime , we show that almost every entry in the character table of is divisible by as $N \to \inf…